in triangle abc BM perpendicular to AC and CM perpendicular to a b prove that a m into AC is equal to a n into a b
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Step-by-step explanation:
In Δ ABM and Δ ACN,
∠AMB = ∠ANC [Since, BM ⊥ AC and CN ⊥ AB]
∠BAM = ∠CAN [Common angle]
Hence, ∆ABM ~ ∆ACN by AA criterion for similarity
So, by corresponding sides of similar triangles we have
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heyyy..
pls refer attachment..
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